60 citations · 244 across the 18 of their papers we have counts for
12 papers · 1 filter
Complete Synchronization and its Transition in Higher Harmonic Sakaguchi--Kuramoto Oscillators
Subhasish Chowdhury, Sangita Dutta, Pitambar Khanra +2
In heterogeneous networks of coupled oscillators, phase frustration typically prevents the emergence of synchronization in the Sakaguchi--Kuramoto (SK) model. In this study, we pro…
A double explosive Kuramoto transition in hypergraphs
Sangita Dutta, Prosenjit Kundu, Pitambar Khanra +4
This study aims to develop a generalised concept that will enable double explosive transitions in the forward and backward directions or a combination thereof. We found two essenti…
Transition to synchronization in adaptive Sakaguchi-Kuramoto model with higher-order interactions
Sangita Dutta, Prosenjit Kundu, Pitambar Khanra +2
We investigate the phenomenon of transition to synchronization in Sakaguchi-Kuramoto model in the presence of higher-order interactions and global order parameter adaptation. The i…
Impact of phase lag on synchronization in frustrated Kuramoto model with higher-order interactions
Sangita Dutta, Abhijit Mondal, Prosenjit Kundu +3
The study of first order transition (explosive synchronization) in an ensemble (network) of coupled oscillators has been the topic of paramount interest among the researchers for m…
Amplification of explosive width in complex networks
Pitambar Khanra, Prosenjit Kundu, Pinaki Pal +2
We present an adaptive coupling strategy to induce hysteresis/explosive synchronization (ES) in complex networks of phase oscillators Sakaguchi-Kuramoto model). The coupling strate…
Identifying symmetries and predicting cluster synchronization in complex networks
Pitambar Khanra, Subrata Ghosh, Karin Alfaro-Bittner +4
Symmetries in a network connectivity regulate how the graph's functioning organizes into clustered states. Classical methods for tracing the symmetry group of a network require ver…
Optimizing synchronization in multiplex networks of phase oscillators
Prosenjit Kundu, Pitambar Khanra, Chittaranjan Hens +1
We present an analytical scheme to achieve optimal synchronization in multiplex networks of frustrated and non-frustrated phase oscillators. We derive a multiplex synchrony alignme…
Emergent dynamics in delayed attractive-repulsively coupled networks
Prosenjit Kundu, Lekha Sharma, Mauparna Nandan +3
We investigate different emergent dynamics namely oscillation quenching and revival of oscillation in a global network of identical oscillators coupled with diffusive (positive) de…
Explosive synchronization in phase-frustrated multiplex networks
Pitambar Khanra, Prosenjit Kundu, Chittaranjan Hens +1
We investigate the phenomenon of first order transition (explosive synchronization (ES)) in adaptively coupled phase-frustrated bi-layer multiplex network. We consider Sakaguchi-Ku…
Synchronization transition in Sakaguchi-Kuramoto model on complex networks with partial degree-frequency correlation
Prosenjit Kundu, Pinaki Pal
We investigate transition to synchronization in Sakaguchi-Kuramoto (SK) model on complex networks analytically as well as numerically. Natural frequencies of a percentage () of…
Perfect synchronization in networks of phase-frustrated oscillators
Prosenjit Kundu, Chittaranjan Hens, Baruch Barzel +1
Synchronizing phase frustrated Kuramoto oscillators, a challenge that has found applications from neuronal networks to the power grid, is an eluding problem, as even small phase-la…
Transition to synchrony in degree-frequency correlated Sakaguchi-Kuramoto model
Prosenjit Kundu, Pitambar Khanra, Chittaranjan Hens +1
We investigate transition to synchrony in degree-frequency correlated Sakaguchi-Kuramoto (SK) model on complex networks both analytically and numerically. We analytically derive se…